%PDF-1.6
%туЯг
1 0 obj
<>]/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
NDP
2021-09-17T09:52:19+02:00
2021-09-17T09:52:19+02:00
2021-09-17T09:52:19+02:00
Adobe Illustrator 25.4 (Macintosh)
256
172
JPEG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uuid:c253cba9-e0fd-4441-9198-5016de48f38f
xmp.did:eecb1fe4-7a0d-487c-b4c8-ad7f76420ba1
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
1
uuid:a9cf99eb-82ba-7b48-b88e-5691585d0f7f
xmp.did:e861bcd3-6c16-4976-8dd3-e336c4093ba1
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:11fa3919-1643-461d-9685-5184f02c4272
2021-07-08T16:06:41+02:00
Adobe Illustrator 25.3 (Macintosh)
/
saved
xmp.iid:eecb1fe4-7a0d-487c-b4c8-ad7f76420ba1
2021-09-17T09:52:08+02:00
Adobe Illustrator 25.4 (Macintosh)
/
EmbedByReference
/Users/mdmarketing/Desktop/PLIKI/05_SOLMATIC/KARTA PRODUKTOWA/NDP/Perfume filler.png
0
0
EmbedByReference
/Users/mdmarketing/Desktop/PLIKI/05_SOLMATIC/KARTA PRODUKTOWA/NDP/Perfume Filler NDP.png
0
0
EmbedByReference
/Users/mdmarketing/Desktop/PLIKI/05_SOLMATIC/KARTA PRODUKTOWA/NDP/shadow.png
adobe:docid:photoshop:ac93bc20-e611-5741-a220-97cf222c87fb
xmp.iid:410b7cab-e923-490d-a9f8-96e710bcb16f
EmbedByReference
/Users/mdmarketing/Desktop/PLIKI/05_SOLMATIC/KARTA PRODUKTOWA/NDP/shadow.png
adobe:docid:photoshop:ac93bc20-e611-5741-a220-97cf222c87fb
xmp.iid:410b7cab-e923-490d-a9f8-96e710bcb16f
EmbedByReference
/Users/wellstudio/Dropbox/PROJEKTY/MDMARKETING/NOWE POSTY/SOLMATIC/solmaatic.psd
/Users/wellstudio/Dropbox/PROJEKTY/MDMARKETING/NOWE POSTY/SOLMATIC/solmaatic.psd
Print
Adobe Illustrator
Adobe PDF library 16.00
False
1
True
False
209.999994
297.000024
Millimeters
Poppins-Regular
Poppins
Regular
Open Type
Version 3.200;PS 1.000;hotconv 16.6.54;makeotf.lib2.5.65590
False
Poppins-Regular.otf
Poppins-Medium
Poppins
Medium
Open Type
Version 3.200;PS 1.000;hotconv 16.6.54;makeotf.lib2.5.65590
False
Poppins-Medium.otf
Poppins-Bold
Poppins
Bold
Open Type
Version 3.200;PS 1.000;hotconv 16.6.54;makeotf.lib2.5.65590
False
Poppins-Bold.otf
Poppins-SemiBold
Poppins
SemiBold
TrueType
4.004
False
Poppins-SemiBold.ttf
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.062;PS 2.000;hotconv 1.0.57;makeotf.lib2.0.21895
False
MYRIADPRO-REGULAR.OTF
MyriadPro-Semibold
Myriad Pro
Semibold
Open Type
Version 2.062;PS 2.000;hotconv 1.0.57;makeotf.lib2.0.21895
False
MYRIADPRO-SEMIBOLD.OTF
Cyan
Magenta
Yellow
Black
DomyХlna grupa prУГbek
0
BiaХy
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
Czarny
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
Czerwony CMYK
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
ХЛУГХty CMYK
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
Zielony CMYK
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
Niebieskozielony CMYK
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
Niebieski CMYK
CMYK
PROCESS
100.000000
100.000000
0.000000
0.000000
Karmazynowy CMYK
CMYK
PROCESS
0.000000
100.000000
0.000000
0.000000
C=15 M=100 Y=90 K=10
CMYK
PROCESS
15.000000
100.000000
90.000000
10.000000
C=0 M=90 Y=85 K=0
CMYK
PROCESS
0.000000
90.000000
85.000000
0.000000
C=0 M=80 Y=95 K=0
CMYK
PROCESS
0.000000
80.000000
95.000000
0.000000
C=0 M=50 Y=100 K=0
CMYK
PROCESS
0.000000
50.000000
100.000000
0.000000
C=0 M=35 Y=85 K=0
CMYK
PROCESS
0.000000
35.000000
85.000000
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000000
0.000000
90.000000
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
20.000000
0.000000
100.000000
0.000000
C=50 M=0 Y=100 K=0
CMYK
PROCESS
50.000000
0.000000
100.000000
0.000000
C=75 M=0 Y=100 K=0
CMYK
PROCESS
75.000000
0.000000
100.000000
0.000000
C=85 M=10 Y=100 K=10
CMYK
PROCESS
85.000000
10.000000
100.000000
10.000000
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000000
30.000000
95.000000
30.000000
C=75 M=0 Y=75 K=0
CMYK
PROCESS
75.000000
0.000000
75.000000
0.000000
C=80 M=10 Y=45 K=0
CMYK
PROCESS
80.000000
10.000000
45.000000
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
70.000000
15.000000
0.000000
0.000000
C=85 M=50 Y=0 K=0
CMYK
PROCESS
85.000000
50.000000
0.000000
0.000000
C=100 M=95 Y=5 K=0
CMYK
PROCESS
100.000000
95.000000
5.000000
0.000000
C=100 M=100 Y=25 K=25
CMYK
PROCESS
100.000000
100.000000
25.000000
25.000000
C=75 M=100 Y=0 K=0
CMYK
PROCESS
75.000000
100.000000
0.000000
0.000000
C=50 M=100 Y=0 K=0
CMYK
PROCESS
50.000000
100.000000
0.000000
0.000000
C=35 M=100 Y=35 K=10
CMYK
PROCESS
35.000000
100.000000
35.000000
10.000000
C=10 M=100 Y=50 K=0
CMYK
PROCESS
10.000000
100.000000
50.000000
0.000000
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.000000
95.000000
20.000000
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
40.000000
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
40.000000
45.000000
50.000000
5.000000
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000000
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000000
60.000000
65.000000
40.000000
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
40.000000
65.000000
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000000
50.000000
75.000000
10.000000
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000000
60.000000
80.000000
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
40.000000
65.000000
90.000000
35.000000
C=40 M=70 Y=100 K=50
CMYK
PROCESS
40.000000
70.000000
100.000000
50.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
70.000000
80.000000
70.000000
SzaroХci
1
C=0 M=0 Y=0 K=100
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
C=0 M=0 Y=0 K=90
CMYK
PROCESS
0.000000
0.000000
0.000000
89.999400
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998800
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999700
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999100
C=0 M=0 Y=0 K=50
CMYK
PROCESS
0.000000
0.000000
0.000000
50.000000
C=0 M=0 Y=0 K=40
CMYK
PROCESS
0.000000
0.000000
0.000000
39.999400
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998800
C=0 M=0 Y=0 K=20
CMYK
PROCESS
0.000000
0.000000
0.000000
19.999700
C=0 M=0 Y=0 K=10
CMYK
PROCESS
0.000000
0.000000
0.000000
9.999100
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998800
Jasne
1
C=0 M=100 Y=100 K=0
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
C=0 M=75 Y=100 K=0
CMYK
PROCESS
0.000000
75.000000
100.000000
0.000000
C=0 M=10 Y=95 K=0
CMYK
PROCESS
0.000000
10.000000
95.000000
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
85.000000
10.000000
100.000000
0.000000
C=100 M=90 Y=0 K=0
CMYK
PROCESS
100.000000
90.000000
0.000000
0.000000
C=60 M=90 Y=0 K=0
CMYK
PROCESS
60.000000
90.000000
0.003100
0.003100
PDF/X-4
PDF/X-4
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/Font<>/ProcSet[/PDF/Text/ImageC]/Shading<>/XObject<>>>/TrimBox[8.50394 8.50394 603.78 850.394]/Type/Page>>
endobj
7 0 obj
<>/Font<>/ProcSet[/PDF/Text/ImageC]/Shading<>/XObject<>>>/TrimBox[8.50394 8.50394 603.78 850.394]/Type/Page>>
endobj
31 0 obj
<>stream
HЄWKoЧМяЏЃyиOгѓЋ%@Аи/
ВџЊЊчл]QBr0хNяМКЋЋCдпЏ{УЧ/JЭвF }ЮZ
OїИЭ>BмF.ј_ЋЦ;cшНl6кyп([пЗ§іНљ
f5џёcм,Zs>Ч4mыmd5фи6+жSn8jlЭZЕfсюё№ђ]xёі!/сеЛ№ц№чUъиУek}+и=jHmћЅёlіoС4В0њV,06x